From mboxrd@z Thu Jan 1 00:00:00 1970 Return-Path: Received: from mail-pa0-f53.google.com (mail-pa0-f53.google.com [209.85.220.53]) by kanga.kvack.org (Postfix) with ESMTP id 344496B0254 for ; Fri, 4 Sep 2015 02:34:50 -0400 (EDT) Received: by pacwi10 with SMTP id wi10so14895385pac.3 for ; Thu, 03 Sep 2015 23:34:49 -0700 (PDT) Received: from mail-pa0-x230.google.com (mail-pa0-x230.google.com. [2607:f8b0:400e:c03::230]) by mx.google.com with ESMTPS id cy1si2537247pad.200.2015.09.03.23.34.48 for (version=TLS1_2 cipher=ECDHE-RSA-AES128-GCM-SHA256 bits=128/128); Thu, 03 Sep 2015 23:34:49 -0700 (PDT) Received: by pacwi10 with SMTP id wi10so14894974pac.3 for ; Thu, 03 Sep 2015 23:34:48 -0700 (PDT) Date: Fri, 4 Sep 2015 15:35:28 +0900 From: Sergey Senozhatsky Subject: Re: slab-nomerge (was Re: [git pull] device mapper changes for 4.3) Message-ID: <20150904063528.GA29320@swordfish> References: <20150903005115.GA27804@redhat.com> <20150903060247.GV1933@devil.localdomain> <20150903122949.78ee3c94@redhat.com> MIME-Version: 1.0 Content-Type: multipart/mixed; boundary="UugvWAfsgieZRqgk" Content-Disposition: inline In-Reply-To: <20150903122949.78ee3c94@redhat.com> Sender: owner-linux-mm@kvack.org List-ID: To: Jesper Dangaard Brouer Cc: Dave Chinner , Linus Torvalds , Mike Snitzer , Christoph Lameter , Pekka Enberg , Andrew Morton , David Rientjes , Joonsoo Kim , "dm-devel@redhat.com" , Alasdair G Kergon , Joe Thornber , Mikulas Patocka , Vivek Goyal , Sami Tolvanen , Viresh Kumar , Heinz Mauelshagen , linux-mm , Sergey Senozhatsky --UugvWAfsgieZRqgk Content-Type: text/plain; charset=us-ascii Content-Disposition: inline On (09/03/15 12:29), Jesper Dangaard Brouer wrote: [..] > I'm buying into the problem of variable object lifetime sharing the > same slub. > > With the SLAB bulk free API I'm introducing, we can speedup slub > slowpath, by free several objects with a single cmpxchg_double, BUT > these objects need to belong to the same page. > Thus, as Dave describe with merging, other users of the same size > objects might end up holding onto objects scattered across several > pages, which gives the bulk free less opportunities. > > That would be a technical argument for introducing a SLAB_NO_MERGE flag > per slab. But I want to do some measurement before making any > decision. And it might be hard to show for my use-case of SKB free, > because SKB allocs will likely be dominating 256 bytes slab anyhow. Out of curiosity, I did some quite simple-minded "slab_nomerge = 0" vs. "slab_nomerge = 1" tests today on my old x86_64 box (4gigs of RAM, ext4, 4.2.0-next-20150903): - git clone https://github.com/git/git; make -j8; package (archlinux); cleanup; - create a container; untar gcc-5-20150901.tar.bz2; make -j6; package; cleanup; I modified /proc/slabinfo to show a total `unused` space size, accounted in cache_show() (reset in slab_start()): __unused_objs_sz += (sinfo.num_objs - sinfo.active_objs) * s->size; and captured that value every second tail -1 /proc/slabinfo >> slab_unused FWIW, files with the numbers attached (+ gnuplot graph). Those numbers are not really representative, but well, they are what they are -- on my small x86_64 box with very limited resources and under pretty general tests "slab_nomerge = 1" shows better numbers. (hm... can embedded benefit from disabling merging?). I think (as Dave Chinner said), preventing active and passive slabs merging does not sound so crazy. Just my 2 cents. -ss --UugvWAfsgieZRqgk Content-Type: text/plain; charset=us-ascii Content-Disposition: attachment; filename=slab_unused_nomerge 101440 135360 135360 135360 135360 135360 118976 127168 127168 112832 156032 88448 129408 102784 102784 102784 102784 102784 98816 176640 176640 145920 137728 137728 129536 84480 143872 88256 78016 78016 78016 74048 74048 74048 74048 96576 96576 96576 96576 96576 96576 96576 153920 153920 102720 104768 93248 105536 80960 80960 66624 66624 66624 66624 66624 66624 138752 142848 130560 130560 130560 130560 124928 100352 100352 100352 69632 69632 53248 53248 53248 53248 53248 53248 69632 69632 69632 69632 100352 112640 98304 110592 95232 86016 66560 66560 44032 117760 117760 117760 87040 87040 82944 82944 82944 82944 118784 118784 118784 104448 104448 104448 104448 104448 104448 65536 49152 49152 49152 49152 124928 124928 77824 160768 160768 214016 150528 150528 121856 89088 89088 89088 160768 160768 142336 142336 142336 142336 107520 107520 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